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Stored Energy in Gaps: A Science Fair Project
Grade 8 potential energy practice: analyze a science fair project on drop heights and ring magnet gaps to model how distance changes stored energy.
Grade 8ScienceInteractive · Printable
Aligned toMS-PS3-2
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What’s included
- Single worksheet
- Auto-graded online
- 1 NGSS standard
- Printable answer key
- 10 questions
- Classroom-ready
Details
- Format
- Interactive · Printable
- Grade
- Grade 8
- Subject
- Science
- Question types
- Fill in the blank, Multiple choice, Sorting, Short answer
About this worksheet
What students practice
- Students use data to describe how changing the distance between interacting objects changes the potential energy stored.
- Students model potential energy as stored in a system of interacting objects, not in one object alone.
How to use
Read the project write-up together and sketch each setup on the board before students answer. Ask students to say which two objects make up each system.
Curriculum
NGSS standard covered
Model how changing the distance between interacting objects changes the potential energy stored in the system.
Preview
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Stored Energy in Gaps: A Science Fair Project
Model how the distance between interacting objects changes potential energy.
Part 1: The ball and Earth
Read the project write-up and study Table 1. Then answer the questions.
Project Board: Where Does the Energy Hide?
1For the county science fair, eighth graders Ximena Whitfield and Haruto Sato wanted to know how energy can be stored between objects that are not touching. Their teacher reminded them that potential energy is stored in a system of objects that pull or push on each other, and that the amount depends on how the objects are arranged.
2In Test 1, they dropped a 50 g steel ball into a tray of damp play sand. They changed the drop height, measured from the bottom of the ball to the sand. After each drop they measured the depth of the crater with a thin ruler, then smoothed and pressed the sand flat with the same block of wood. They used the same ball and the same tray of sand for every drop and ran three trials at each height. Table 1 shows the average crater depth.
3In Test 2, they used two ceramic ring magnets on an upright wooden dowel. The magnets faced each other with like poles, so the top ring floated 20 mm above the bottom ring. Haruto pressed the top ring down to a smaller gap, held it still, and let go. Ximena filmed the ring against a ruler and recorded how high it jumped above its floating position. They ran three trials for each gap. Table 2 shows the averages.
4Finally, they flipped the top ring over so the two magnets attracted each other. Haruto held the top ring at different gaps above the bottom ring and let go each time. From a 5 mm gap the ring closed with a soft click. From a 15 mm gap it slammed down with a loud crack and bounced.
| Drop height (cm) | Avg. crater depth (mm) |
|---|---|
| 20 | 4 |
| 40 | 7 |
| 60 | 9 |
| 80 | 11 |
- A. The height of the drop
- B. The depth of the crater
- C. The kind of sand in the tray
- D. The mass of the steel ball
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